Timeline Activity for Chapter 6

This activity will help you learn the correct historical sequence of major events and developments in this chapter. While it’s important to know the correct dates for historical events, it’s even more important to understand the sequence of related events.

Match the dates in the column on the left to the correct events in the dropdown on the right. When you finish, click the “submit” button to turn in your work.

Question

The Rise and Fall of the Roman Empire
1. 753 B.C.E. 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
2. 509 B.C.E. 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
3. ca. 265 B.C.E. 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
4. 44 B.C.E. GhsGK6k1OO9ncdrLC7v+H3b90DbRRrap8Ps/R54m6x9Ll3Pq5ma1ovhjwyltFefslU7vH58fAiyzM7iGIcbr24rtwbPY00HnbRZlktyB7P3r80LJq6KnMkiXmvaXUZIRdCYXDXqpjM0vt0zkdIcbbkxj4pAZnE/Fp1tPecQWCTSYyo9iRbYAWvKwjidJHcYdsLNkZvnurK70bjLNyRolD6ZgOxA+mXNt8XL9VrJ/BZpM67cnolaH9N6odBW1pQUvr8kRG4MqwMTGI4PVeuQaeNyfaAlPQ/I3s2iWcOosWn+y1GM11B8hB29rYeS6AuXZH8jhsbmyWzE49J74UZfRyJJBxcOBb+n2mfSm84aSjv2wyMvmxgmPMED468mG8WBYwyBcEgki/Q+OnqHstj9ssGXhB3wn/IKxBiZVFa/K/pz4By+wcVWpM2qFMcW87rp4KGoWE7/gVv+D+Qd5O0swU4ZkikzeXlPqlUakB7/+gqatXnFJwT+8TQKH8uTi9zmnbnsgoKojj3rXnRvDN+0x0poNnSH5cNCECXuHyjp1pYIzVjXXEzu1AAiqrCsG+Seu+RXF2T8sCyV/KqlS0SxkH4bjVVtjK8bp+rrTaCVd/BYZPTZsbdyVMFch16RUTMBBOyK/zsGtJ6qlG5GiF61ny8KqCzTjtf5xf4ISFNW60fxRO9JmtwagY7462sUBveez49wABAdkpboQDHzGEjB0QsmuqjH+7Uvpu8PIK6Gud9MqbUqIsl9mUhYKJVC+nHIyluQksuclXCeFui6xDY07aC8WrjavJD/c+/4zaMGexGeC9juMNTnBYV3GwY+tufkHkfqirc1/yXmUqX4YazL9XdaRqNr+69walmjczBTcdw1FfBBSO8mhDnb4n4rqVg8P2ArKK3FOfG5dX/sc3VmpHLm5/rxNlD7jqabRIB3lBgYXwtTlVf+fD8XCDD+HwmxXbFd8DRcGWV2ZEVB1+L6ixE3bIzqEe3lfGbTUvHNHidwTgDs93wLhRHOWHlw=
5. 31 B.C.E. 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
6. 27 B.C.E. 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
7. 27 B.C.E.–68 C.E. 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
8. 69–96 C.E. 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
9. 96–192 C.E. 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
10. 235–284 C.E. 9QLJQXTITsIeXDBYf0yZX35lQNc1tLHvNfOXBza0hpvljzATsItHAHOp7V//ZoGs3EB11+RkMgIDTc+MjAhAA2wctkk0/UZbRgB/JvqU3jlC71FB/h6e8A5Uc/9jDzNV1qIAdFbbUvs4JckBsiUS1GvE88tvvqQN8sax35rrj3DRtRlqVbjCamHsi3YBLmneWrhcGUIpJ4p8gX5rz1Xb8S3DeLkytknKhSiIRU8zKUx78gS3IXEZcJ070+YNmtK7DWV+VxJ14unxAtUaIz8QOzZnWpf1xO4NWarjA/rTLqlrl6TuhsymGWKpsMkMoAbCpJ0DM3e2hGnQ0Z7Qy745MRlxs4r33Dpr7JJbmdZf6KEdBX3SwbjJDcVZSBsxqis/cQMshMy6ILCqA7cr2ggIsNU6nqxPWgY3LrQ2iE6ZmB4tWs3Fs6eFjoLi/Djj1TSfkh3n4XhZXCxZf/UpAP5s965TaM1e2DkqtlUUcpDXgdPvIxZQdhL1kc3wrVO3C1jog0Mwkmv8GM8F/zCse//Jj+lfGBcAM8D2iLKoYdzHYyR/+AG74LZv+zvdluP3633ukNQD0Pmf/uk59DOtghFBMlGUkNXhWGYzCxTmJKx6xsLPpdhpqTudxZdnmQMeCjr237uZlj7cHVw4P0eSz0NE+kXFbULtGWry7XWqG0rAXF0GG3dHnz69jzY7rpsdDj5+0FVm+JS3h50E6Bj9AednR2f8UfMpWbr1eYbVfsu3IkZ0K/x9GJy2FqlN020G3mkKri7TXZhkgA2sUqbKEI/vyNV0WbWnGOcoJLYY0Z/96XJ288jN8BH5YMlsS0vD32VYoqiuG8IgZOY9RqMEXINpoM2QK/RzzipfKSjO6ubxHekLeGZnVzCqy+ya7bFrxBqFenTC7R74biHJVs1r+1RWp4s09zlC+4PCNSwFR3KeRbgQIuT284HYjHfnVxFZL6bj4YxicvGSkfI4dj1HHqZugKPI+a0Z/70moSZ8IFRDz4IWnRr7VfYT4G/b0vY=
11. 284–337 C.E. 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
12. 476 C.E. 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